The spectral density of self-adjoint Hankel Matrices
- Date: Wednesday 1 May 2019, 16:30 – 17:30
- Location: Roger Stevens LT 14 (10M.14)
- Type: Analysis and Applications, Seminars, Pure Mathematics
- Cost: Free
Emilio Fedele, KCL. Part of the Analysis and Applications Seminar Series.
In 1966, H. Widom studied the distribution of eigenvalues of the NxN Hilbert matrix and showed that it diverges logarithmically in N. In this talk, we will generalise his result to any self-adjoint Hankel matrix with a piece-wise continuous symbol.